package mopsa
Install
Dune Dependency
Authors
Maintainers
Sources
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doc/containers/Containers/MapExt/StringMap/index.html
Module MapExt.StringMap
Source
The type of the map keys.
The type of maps from type key
to type 'a
.
mem x m
returns true
if m
contains a binding for x
, and false
otherwise.
add x y m
returns a map containing the same bindings as m
, plus a binding of x
to y
. If x
was already bound in m
, its previous binding disappears.
singleton x y
returns the one-element map that contains a binding y
for x
.
remove x m
returns a map containing the same bindings as m
, except for x
which is unbound in the returned map.
merge f m1 m2
computes a map whose keys is a subset of keys of m1
and of m2
. The presence of each such binding, and the corresponding value, is determined with the function f
.
Total ordering between maps. The first argument is a total ordering used to compare data associated with equal keys in the two maps. We assume implicitly that cmp x x
always returns 0.
equal cmp m1 m2
tests whether the maps m1
and m2
are equal, that is, contain equal keys and associate them with equal data. cmp
is the equality predicate used to compare the data associated with the keys. We assume implicitly that cmp x x
always returns true
.
iter f m
applies f
to all bindings in map m
. f
receives the key as first argument, and the associated value as second argument. The bindings are passed to f
in increasing order with respect to the ordering over the type of the keys.
fold f m a
computes (f kN dN ... (f k1 d1 a)...)
, where k1 ... kN
are the keys of all bindings in m
(in increasing order), and d1 ... dN
are the associated data.
for_all p m
checks if all the bindings of the map satisfy the predicate p
. The predicate p
is tested on bindings according to the key order.
exists p m
checks if at least one binding of the map satisfy the predicate p
. The predicate p
is tested on bindings according to the key order.
filter p m
returns the map with all the bindings in m
that satisfy predicate p
. The predicate p
is tested on bindings according to the key order.
partition p m
returns a pair of maps (m1, m2)
, where m1
contains all the bindings of s
that satisfy the predicate p
, and m2
is the map with all the bindings of s
that do not satisfy p
.
Return the list of all bindings of the given map. The returned list is sorted in increasing order with respect to the ordering Ord.compare
, where Ord
is the argument given to Map.Make
.
Return the smallest binding of the given map (with respect to the Ord.compare
ordering), or raise Not_found
if the map is empty.
Same as Map.S.min_binding
, but returns the largest binding of the given map.
Return one binding of the given map, or raise Not_found
if the map is empty. Which binding is chosen is unspecified, but equal bindings will be chosen for equal maps.
split x m
returns a triple (l, data, r)
, where l
is the map with all the bindings of m
whose key is strictly less than x
; r
is the map with all the bindings of m
whose key is strictly greater than x
; data
is None
if m
contains no binding for x
, or Some v
if m
binds v
to x
.
find x m
returns the current binding of x
in m
, or raises Not_found
if no such binding exists.
find_opt x m
returns Some v
if the current binding of x
in m
is v
, or None
if no such binding exists.
map f m
returns a map with same domain as m
, where the associated value a
of all bindings of m
has been replaced by the result of the application of f
to a
. The bindings are passed to f
in increasing order with respect to the ordering over the type of the keys.
Same as Map.S.map
, but the function receives as arguments both the key and the associated value for each binding of the map.
Additional functions
map2 f m1 m2
is similar to map
but applies f
to pairs of bindings a1
from m1
and a2
from m2
corresponding to the same key to construct a new map with the same key set. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of key.
iter2 f m1 m2
is similar to map
but applies f
to pairs of bindings a1
from m1
and a2
from m2
corresponding to the same key. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of key.
fold2 f m1 m2 x
is similar to fold
but applies f
to pairs of bindings a1
from m1
and a2
from m2
corresponding to the same key. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
for_all2 f m1 m2
is similar to for_all
but applies f
to pairs of bindings a1
from m1
and a2
from m2
corresponding to the same key. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
exists2 f m1 m2
is similar to exists
but applies f
to pairs of bindings a1
from m1
and a2
from m2
corresponding to the same key. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
map2z f m1 m2
is similar to map2 f m1 m2
, but physically equal subtrees are put unchanged into the result instead of being traversed. This is more efficient than map2
, and equivalent if f
is side-effect free and idem-potent (f k a a = a
). m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
iter2z f m1 m2
is similar to iter2 f m1 m2
, but physically equal subtrees are ignored. This is more efficient than iter2
, and equivalent if f k a a
has no effect. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
fold2z f m1 m2 a
is similar to fold2 f m1 m2 a
, but physically equal subtrees are ignored. This is more efficient than fold2
, and equivalent if f k a a x = x
and has no effect. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
for_all2z f m1 m2
is similar to for_all2 f m1 m2
, but returns true
for physically equal subtrees without traversing them. This is more efficient than for_all2z
, and equivalent if f k a a = true
and has no effect. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
exists2z f m1 m2
is similar to exists2 f m1 m2
, but returns false
for physically equal subtrees without traversing them. This is more efficient than exists2z
, and equivalent if f k a a = false
and has no effect. m1
and m2
must have the same key sets. The bindings are passed to f
in increasing order of keys.
val map2o :
(key -> 'a -> 'c) ->
(key -> 'b -> 'c) ->
(key -> 'a -> 'b -> 'c) ->
'a t ->
'b t ->
'c t
map2o f1 f2 f m1 m2
is similar to map2 f m1 m2
, but accepts maps defined over different sets of keys. To get a new binding, f1
is used for keys appearing only in m1
, f2
for keys appearing only in m2
, and f
for keys appearing in both maps. The returned map has bindings for all keys appearing in either m1
or m2
. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val iter2o :
(key -> 'a -> unit) ->
(key -> 'b -> unit) ->
(key -> 'a -> 'b -> unit) ->
'a t ->
'b t ->
unit
iter2o f1 f2 f m1 m2
is similar to iter2 f m1 m2
, but accepts maps defined over different sets of keys. f1
is called for keys appearing only in m1
, f2
for keys appearing only in m2
, and f
for keys appearing in both maps. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val fold2o :
(key -> 'a -> 'c -> 'c) ->
(key -> 'b -> 'c -> 'c) ->
(key -> 'a -> 'b -> 'c -> 'c) ->
'a t ->
'b t ->
'c ->
'c
fold2o f1 f2 f m1 m2 a
is similar to fold2 f m1 m2 a
, but accepts maps defined over different sets of keys. f1
is called for keys appearing only in m1
, f2
for keys appearing only in m2
, and f
for keys appearing in both maps. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val for_all2o :
(key -> 'a -> bool) ->
(key -> 'b -> bool) ->
(key -> 'a -> 'b -> bool) ->
'a t ->
'b t ->
bool
for_all2o f1 f2 f m1 m2
is similar to for_all2 f m1 m2
, but accepts maps defined over different sets of keys. f1
is called for keys appearing only in m1
, f2
for keys appearing only in m2
, and f
for keys appearing in both maps. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val exists2o :
(key -> 'a -> bool) ->
(key -> 'b -> bool) ->
(key -> 'a -> 'b -> bool) ->
'a t ->
'b t ->
bool
fexists2o f1 f2 f m1 m2
is similar to fexists2 f m1 m2
, but accepts maps defined over different sets of keys. f1
is called for keys appearing only in m1
, f2
for keys appearing only in m2
, and f
for keys appearing in both maps. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val map2zo :
(key -> 'a -> 'a) ->
(key -> 'a -> 'a) ->
(key -> 'a -> 'a -> 'a) ->
'a t ->
'a t ->
'a t
map2zo f1 f2 f m1 m2
is similar to map2o f1 f2 f m1 m2
but, similary to map2z
, f
is not called on physically equal subtrees. This is more efficient than map2o
, and equivalent if f
is side-effect free and idem-potent (f k a a = a
). The returned map has bindings for all keys appearing in either m1
or m2
. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val iter2zo :
(key -> 'a -> unit) ->
(key -> 'a -> unit) ->
(key -> 'a -> 'a -> unit) ->
'a t ->
'a t ->
unit
iter2zo f1 f2 f m1 m2
is similar to iter2o f1 f2 f m1 m2
but, similary to iter2z
, f
is not called on physically equal subtrees. This is more efficient than iter2o
, and equivalent if f
is side-effect free. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val fold2zo :
(key -> 'a -> 'b -> 'b) ->
(key -> 'a -> 'b -> 'b) ->
(key -> 'a -> 'a -> 'b -> 'b) ->
'a t ->
'a t ->
'b ->
'b
fold2zo f1 f2 f m1 m2 a
is similar to fold2o f1 f2 f m1 m2 a
but, similary to fold2z
, f
is not called on physically equal subtrees. This is more efficient than fold2o
, and equivalent if f k a a x = x
and has no side-effect. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val for_all2zo :
(key -> 'a -> bool) ->
(key -> 'a -> bool) ->
(key -> 'a -> 'a -> bool) ->
'a t ->
'a t ->
bool
for_all2zo f1 f2 f m1 m2
is similar to for_all2o f1 f2 f m1 m2
but, similary to for_all2z
, f
is not called on physically equal subtrees. This is more efficient than for_all2o
, and equivalent if f k a a = true
and has no side-effect. The bindings are passed to f
, f1
, f2
in increasing order of keys.
val exists2zo :
(key -> 'a -> bool) ->
(key -> 'a -> bool) ->
(key -> 'a -> 'a -> bool) ->
'a t ->
'a t ->
bool
exists2zo f1 f2 f m1 m2
is similar to exists2o f1 f2 f m1 m2
but, similary to exists2z
, f
is not called on physically equal subtrees. This is more efficient than exists2o
, and equivalent if f k a a = false
and has no side-effect. The bindings are passed to f
, f1
, f2
in increasing order of keys.
map_slice f m k1 k2
is similar to map f m
, but only applies f
to bindings with key greater or equal to k1
and smaller or equal to k2
to construct the returned map. Bindings with keys outside this range in m
are put unchanged in the result. It is as if, outside this range, f k a = a
and has no effect. The result has the same key set as m
. The bindings are passed to f
in increasing order of keys, between k1
and k2
.
iter_slice f m k1 k2
is similar to iter f m
, but only calls f
on bindings with key greater or equal to k1
and smaller or equal to k2
. It is as if, outside this range, f k a
has no effect. The bindings are passed to f
in increasing order of keys, between k1
and k2
.
fold_slice f m k1 k2 a
is similar to fold f m
, but only calls f
on bindings with key greater or equal to k1
and smaller or equal to k2
. It is as if, outside this range, f k a x = x
and has no effect. The bindings are passed to f
in increasing order of keys, between k1
and k2
.
for_all_slice f m k1 k2 a
is similar to for_all f m
, but only calls f
on bindings with key greater or equal to k1
and smaller or equal to k2
. It is as if, outside this range, f k a = true
and has no effect. The bindings are passed to f
in increasing order of keys, between k1
and k2
.
exists_slice f m k1 k2 a
is similar to exists f m
, but only calls f
on bindings with key greater or equal to k1
and smaller or equal to k2
. It is as if, outside this range, f k a = false
and has no effect. The bindings are passed to f
in increasing order of keys, between k1
and k2
.
key_equal m1 m2
returns true if m1
and m2
are defined over exactly the same set of keys (but with possibly different values).
key_equal m1 m2
returns true if m1
is defined on a subset of the keys of m2
(but with possibly different values).
find_greater k m
returns the binding (key and value) in m
with key strictly greater than k
and as small as possible. Raises Not_found
if m
has no binding for a key strictly greater than k
.
find_less k m
returns the binding (key and value) in m
with key strictly less than k
and as large as possible. Raises Not_found
if m
has no binding for a key strictly less than k
.
find_greater_euql k m
returns the binding (key and value) in m
with key greater or equal to k
and as small as possible. Raises Not_found
if m
has no binding for a key greater or equal to k
.
find_less_equal k m
returns the binding (key and value) in m
with key less or equal to k
and as large as possible. Raises Not_found
if m
has no binding for a key less or equal to k
.
Printing
String representation.
val print :
MapExtSig.map_printer ->
(Stdlib.out_channel -> key -> unit) ->
(Stdlib.out_channel -> 'a -> unit) ->
Stdlib.out_channel ->
'a t ->
unit
Prints to an output_channel (for Printf.(f)printf).
val fprint :
MapExtSig.map_printer ->
(Stdlib.Format.formatter -> key -> unit) ->
(Stdlib.Format.formatter -> 'a -> unit) ->
Stdlib.Format.formatter ->
'a t ->
unit
Prints to a formatter (for Format.(f)printf).
val bprint :
MapExtSig.map_printer ->
(Stdlib.Buffer.t -> key -> unit) ->
(Stdlib.Buffer.t -> 'a -> unit) ->
Stdlib.Buffer.t ->
'a t ->
unit
Prints to a string buffer (for Printf.bprintf).